{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Assembly of system with multiple domains, variables and numerics\n",
    "\n",
    "This tutorial demonstrate how a transient problem may be solved in PorePy. We consider the purely advective tracer transport problem for a static flow field, see the tutorial darcy_and_transport_equations.ipynb. The geometry and flow parameters are as in example 2 of this [benchmark study](https://www.sciencedirect.com/science/article/pii/S0309170817300143).\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import scipy.sparse as sps\n",
    "\n",
    "import porepy as pp\n",
    "import data.flow_benchmark_2d_geiger_setup as setup"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "def add_transport_data(gb, parameter_keyword):\n",
    "    # Method to assign data.\n",
    "    tol = 1e-4\n",
    "    for g, d in gb:\n",
    "        # Boundary conditions: Dirichlet for left and right side of the domain\n",
    "        b_faces = g.tags[\"domain_boundary_faces\"].nonzero()[0]\n",
    "        bc_val = np.zeros(g.num_faces)\n",
    "        \n",
    "        unity = np.ones(g.num_cells)\n",
    "        empty = np.empty(0)\n",
    "        if b_faces.size != 0:\n",
    "\n",
    "            b_face_centers = g.face_centers[:, b_faces]\n",
    "            b_inflow = b_face_centers[0, :] < tol\n",
    "            b_outflow = b_face_centers[0, :] > 1-tol\n",
    "\n",
    "            labels = np.array([\"neu\"] * b_faces.size)\n",
    "            labels[np.logical_or(b_inflow, b_outflow)] = \"dir\"\n",
    "            bc = pp.BoundaryCondition(g, b_faces, labels)\n",
    "\n",
    "            bc_val[b_faces[b_inflow]] = 1\n",
    "\n",
    "        else:\n",
    "            bc = pp.BoundaryCondition(g) #, empty, empty)\n",
    "        \n",
    "        # Porosity\n",
    "        if g.dim == gb.dim_max():\n",
    "            porosity = 0.2 * unity\n",
    "            aperture = 1\n",
    "        else:\n",
    "            porosity = 0.8 * unity\n",
    "            aperture = np.power(1e-4, gb.dim_max() - g.dim)\n",
    "            \n",
    "        # Inherit the aperture assigned for the flow problem\n",
    "        specified_parameters = {\n",
    "            \"bc\": bc,\n",
    "            \"bc_values\": bc_val,\n",
    "            \"time_step\": 1 / 60,\n",
    "            \"mass_weight\": porosity * aperture,\n",
    "            \"t_max\": 1 / 3,\n",
    "            }\n",
    "        pp.initialize_default_data(g, d, parameter_keyword, specified_parameters)\n",
    "        \n",
    "        # Store the dimension in the dictionary for visualization purposes\n",
    "        d[pp.STATE] = {\"dimension\": g.dim * np.ones(g.num_cells)}\n",
    "        \n",
    "    for e, d in gb.edges():\n",
    "        d[pp.PARAMETERS].update_dictionaries(parameter_keyword, {})\n",
    "        d[pp.DISCRETIZATION_MATRICES][parameter_keyword] = {}\n",
    "    return gb"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We start by making a grid bucket, pecifying the keywords for the parameters of the flow and transport problem, respectively. Then we assigne the problem data and visualize the domain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "mesh_args = {\"mesh_size_frac\": 0.15, \"mesh_size_bound\": 0.15}\n",
    "gb, domain = pp.grid_buckets_2d.benchmark_regular(mesh_args)\n",
    "fracture_permeability = 1e4\n",
    "kw_f = 'flow'\n",
    "kw_t = 'transport'\n",
    "# Add data - will only add flow data\n",
    "setup.add_data(gb, domain, fracture_permeability)\n",
    "# Transport related parameters \n",
    "gb = add_transport_data(gb, kw_t)\n",
    "pp.plot_grid(gb, \"dimension\", figsize=(15, 12))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we define the variables on grids and edges and identify the individual terms of the equation we want to solve. We have an equation for the pressure on each grid (node of the GridBucket), and an equation for the mortar flux between them (edge of the bucket). The terms to be discretized are the diffusion term on the nodes ($- \\nabla \\cdot K \\nabla p$) and the coupling term $- \\kappa (p_{fracture} - \\texttt{tr }p_{matrix})$ on the edges. See parameter_assignment_assembler_setup.ipynb for more detail on how to set up the flow problem."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "grid_variable = 'pressure'\n",
    "mortar_variable = 'mortar_flux'\n",
    "\n",
    "operator_keyword = 'diffusion'\n",
    "coupling_operator_keyword = 'coupling_operator'\n",
    "\n",
    "tpfa = pp.Tpfa(kw_f)\n",
    "\n",
    "edge_discretization = pp.RobinCoupling(kw_f, tpfa, tpfa)\n",
    "\n",
    "# Loop over the nodes in the GridBucket, define primary variables and discretization schemes\n",
    "for g, d in gb:\n",
    "    d[pp.PRIMARY_VARIABLES] = {grid_variable: {\"cells\": 1, \"faces\": 0}}\n",
    "    d[pp.DISCRETIZATION] = {grid_variable: {operator_keyword: tpfa}}\n",
    "    \n",
    "# Loop over the edges in the GridBucket, define primary variables and discretizations\n",
    "for e, d in gb.edges():\n",
    "    g1, g2 = gb.nodes_of_edge(e)\n",
    "    d[pp.PRIMARY_VARIABLES] = {mortar_variable: {\"cells\": 1}}\n",
    "    d[pp.COUPLING_DISCRETIZATION] = {\n",
    "        coupling_operator_keyword: {\n",
    "            g1: (grid_variable, operator_keyword),\n",
    "            g2: (grid_variable, operator_keyword),\n",
    "            e: (mortar_variable, edge_discretization),\n",
    "        }\n",
    "    }\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Assemble and solve the linear system. Then distribute the pressure variable on the grid bucket, export the solution for visualization and plot directly. Complete the flow part of the simulation by back-computing the fluxes (which are not primary variables in the primal formulation of the finite volume scheme used) from the pressure solution. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "assembler = pp.Assembler(gb)\n",
    "\n",
    "# Discretize all terms\n",
    "assembler.discretize()\n",
    "\n",
    "# Assemble the linear system, using the information stored in the GridBucket\n",
    "A, b = assembler.assemble_matrix_rhs()\n",
    "\n",
    "pressure = sps.linalg.spsolve(A, b)\n",
    "\n",
    "assembler.distribute_variable(pressure)\n",
    "\n",
    "folder = \"tracer_transport\"\n",
    "exporter = pp.Exporter(gb, \"flow\", folder_name=folder)\n",
    "exporter.write_vtk(grid_variable)\n",
    "pp.plot_grid(gb, grid_variable, figsize=(15, 12))\n",
    "pp.fvutils.compute_darcy_flux(gb, keyword_store=kw_t ,lam_name=mortar_variable)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Prepare for assembly of the transport problem. The procedure is similar to the one above for the flow problem. Here, the purely advective case is shown, but a diffusive term may easily be added."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "grid_variable = \"tracer\"\n",
    "mortar_variable = \"mortar_tracer\"\n",
    "\n",
    "# Identifier of the discretization operator on each grid\n",
    "advection_term = \"advection\"\n",
    "source_term = \"source\"\n",
    "mass_term = \"mass\"\n",
    "\n",
    "# Identifier of the discretization operator between grids\n",
    "advection_coupling_term = \"advection_coupling\"\n",
    "\n",
    "# Discretization objects\n",
    "node_discretization = pp.Upwind(kw_t)\n",
    "source_discretization = pp.ScalarSource(kw_t)\n",
    "mass_discretization = pp.MassMatrix(kw_t)\n",
    "edge_discretization = pp.UpwindCoupling(kw_t)\n",
    "\n",
    "# Loop over the nodes in the GridBucket, define primary variables and discretization schemes\n",
    "for g, d in gb:\n",
    "    # Assign primary variables on this grid. It has one degree of freedom per cell.\n",
    "    d[pp.PRIMARY_VARIABLES] = {grid_variable: {\"cells\": 1, \"faces\": 0}}\n",
    "    # Assign discretization operator for the variable.\n",
    "    d[pp.DISCRETIZATION] = {\n",
    "        grid_variable: {\n",
    "            advection_term: node_discretization,\n",
    "            source_term: source_discretization,\n",
    "            mass_term: mass_discretization,\n",
    "        }\n",
    "    }\n",
    "    if g.dim == 2:\n",
    "        data = d[pp.PARAMETERS][kw_t]\n",
    "\n",
    "# Loop over the edges in the GridBucket, define primary variables and discretizations\n",
    "for e, d in gb.edges():\n",
    "    g1, g2 = gb.nodes_of_edge(e)\n",
    "    # The mortar variable has one degree of freedom per cell in the mortar grid\n",
    "    d[pp.PRIMARY_VARIABLES] = {mortar_variable: {\"cells\": 1}}\n",
    "\n",
    "    d[pp.COUPLING_DISCRETIZATION] = {\n",
    "        advection_coupling_term: {\n",
    "            g1: (grid_variable, advection_term),\n",
    "            g2: (grid_variable, advection_term),\n",
    "            e: (mortar_variable, edge_discretization),\n",
    "        }\n",
    "    }"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Assemble the linear system, using the information stored in the GridBucket. By not adding the matrices, we can arrange them at will to obtain the efficient solver defined below, which LU factorizes the system only once for all time steps."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/numpy-1.19.0-py3.8-linux-x86_64.egg/numpy/core/_asarray.py:83: VisibleDeprecationWarning: Creating an ndarray from ragged nested sequences (which is a list-or-tuple of lists-or-tuples-or ndarrays with different lengths or shapes) is deprecated. If you meant to do this, you must specify 'dtype=object' when creating the ndarray\n",
      "  return array(a, dtype, copy=False, order=order)\n",
      "/home/eke001/.pyenv/versions/3.8.3/envs/mkl/lib/python3.8/site-packages/scipy-1.5.0-py3.8-linux-x86_64.egg/scipy/sparse/linalg/dsolve/linsolve.py:469: SparseEfficiencyWarning: splu requires CSC matrix format\n",
      "  warn('splu requires CSC matrix format', SparseEfficiencyWarning)\n"
     ]
    }
   ],
   "source": [
    "# Use a filter to let the assembler consider grid and mortar variable only\n",
    "filt = pp.assembler_filters.ListFilter(variable_list=[grid_variable, mortar_variable])\n",
    "\n",
    "assembler = pp.Assembler(gb)\n",
    "\n",
    "assembler.discretize(filt=filt)\n",
    "\n",
    "A, b = assembler.assemble_matrix_rhs(\n",
    "    filt=filt, add_matrices=False\n",
    ")\n",
    "\n",
    "advection_coupling_term += (\n",
    "    \"_\" + mortar_variable + \"_\" + grid_variable + \"_\" + grid_variable\n",
    ")\n",
    "mass_term += \"_\" + grid_variable\n",
    "advection_term += \"_\" + grid_variable\n",
    "source_term += \"_\" + grid_variable\n",
    "\n",
    "lhs = A[mass_term] + data[\"time_step\"] * (\n",
    "    A[advection_term] + A[advection_coupling_term]\n",
    ")\n",
    "rhs_source_adv = b[source_term] + data[\"time_step\"] * (\n",
    "    b[advection_term] + b[advection_coupling_term]\n",
    ")\n",
    "\n",
    "IEsolver = sps.linalg.factorized(lhs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Prepare for solving the transient problem and exporting the solution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "save_every = 1\n",
    "n_steps = int(np.round(data[\"t_max\"] / data[\"time_step\"]))\n",
    "\n",
    "# Initial condition\n",
    "tracer = np.zeros(rhs_source_adv.size)\n",
    "assembler.distribute_variable(\n",
    "    tracer, variable_names=[grid_variable, mortar_variable]\n",
    ")\n",
    "\n",
    "# Exporter\n",
    "exporter = pp.Exporter(gb, file_name=\"tracer\", folder_name=folder)\n",
    "export_fields = [\"tracer\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Solve the tracer transport problem in a time loop, exporting for some of the steps."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i in range(n_steps):\n",
    "    \n",
    "    if np.isclose(i % save_every, 0):\n",
    "        # Export existing solution (final export is taken care of below)\n",
    "        assembler.distribute_variable(\n",
    "        tracer,\n",
    "        variable_names=[grid_variable, mortar_variable],\n",
    "    )\n",
    "        exporter.write_vtk(export_fields, time_step=int(i // save_every))\n",
    "    tracer = IEsolver(A[mass_term] * tracer + rhs_source_adv)\n",
    "\n",
    "    \n",
    "    \n",
    "\n",
    "exporter.write_vtk(export_fields, time_step=(n_steps // save_every))\n",
    "time_steps = np.arange(\n",
    "    0, data[\"t_max\"] + data[\"time_step\"], save_every * data[\"time_step\"]\n",
    ")\n",
    "exporter.write_pvd(time_steps)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We plot the final tracer distribution. The tracer enters from the right boundary, and is transported more quickly through the fractures than the matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x864 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "pp.plot_grid(gb, grid_variable, figsize=(15, 12))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Compare solution to known solution (mostly for debugging)\n",
    "g = gb.grids_of_dimension(2)[0]\n",
    "data = gb.node_props(g)\n",
    "assert np.abs(np.sum(data[pp.STATE]['tracer']) / g.num_cells - 0.804270448336392) < 0.05"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
